Psychology and human factors
Experiments here usually have about 3 factors and 19 runs. Full factorials and fractional factorials are the most common.
- Full factorial
- Fractional factorial or screening
- Other designs
Show the numbers
| Kind of design | Experiments | Factors | Runs |
|---|---|---|---|
| Full factorial | 4 | 2.5 | 13.5 |
| Fractional factorial or screening | 2 | 5.5 | 14 |
| Other designs | 4 | 1.5 | 24 |
Factors and runs are the medians of each kind.
Full factorial
Every combination of the factor levels.
- Michael's mistakes on stage: practice hours P, sleep S and dinner D, and a ninth run at the centre of P and SDunn (2015) · 3 factors, 9 runs
- Assembly time of hand-inserted components on circuit boards against three fixtures and two layouts, four operators within each layout, two replicates: a nested-factorial designMontgomery (2013) · 3 factors, 48 runs
- Rise in heart rate moving the cases of Problem 6.9: bottle type by worker, a 2^2 run four times (Problem 6.10)Montgomery (2013) · 2 factors, 4 runs
- Typing speed by key size and keyboard feel, run three times (Problem 5.30)Montgomery (2013) · 2 factors, 18 runs
Fractional factorial or screening
A planned part of the combinations, to find the factors that matter.
- Eye focus time: acuity, distance, target shape, illumination, target size, target density and subject in a 2^(7-4) and its full fold overMontgomery (2013) · 7 factors, 16 runs
- Readability of a projected screen: font size, font style, background and room lighting in a 12-run 3/4 fractionAnderson and Whitcomb (2007) · 4 factors, 12 runs
Other designs
Optimal, blocked, split-plot and other designs made for the problem.
- Eye focus time at four distances, on five subjects as blocks (Problem 4.21)Montgomery (2013) · 1 factor, 20 runs
- Intensity at which operators detect a target on a radar scope: three levels of ground clutter by two filter types, with the operators as blocksMontgomery (2013) · 2 factors, 24 runs
- The radar detection experiment run as a 3 x 2 factorial in a 6 x 6 Latin square of days and operatorsMontgomery (2013) · 3 factors, 36 runs
- Seconds for four preschool children to stack three dice of 1 to 6 dots: blocking out the childrenAnderson and Whitcomb (2007) · 1 factor, 24 runs